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Emergent Materials under Extreme Conditions
by Adam Pikul

Emergent Materials vs. Electronic Interactions

Physics of condensed matter is nowadays one of the fastest developing discipline of modern science. Its attractiveness is based mainly on a number of glamorous discoveries made in the past decades. High-transition-temperature superconductivity, exotic superconductivity, heavy-fermion magnets, quantum dots, non-Fermi-liquids diamond.png and quantum criticality, colossal magnetoresistance, magnetically driven shape-memory effect, new thermoelectric materials, low-dimensional semiconductors, new forms of carbon (fullerenes and nanotubes), organic conductors, and many others - all of them had significant impact on the development of theoretical understanding and led eventually to numerous technological advances. Among the very successful implementations of these new phenomena one can mention such well-known inventions and technologies as i.a.: high-field electromagnets (superconducting wires), improvements in the sensitivity of the magnetic read heads used for information storage (colossal magnetoresistance of hybrid magnetic/metallic systems), high-resolution color liquid-crystals displays (nanoscopic materials), high-field permanent magnets (neodymium-based compounds), and long-life electrical-power sources for spacecrafts (space probes) studying outer parts of the Solar System (thermoelectric compounds heated by radioactive materials). In turn, as very promising (while being currently only at the demonstration stage) one can treat such inventions as, for example: levitating high-speed trains based on the Meisner effect, bone plates fabricated using shape memory alloys, or - being today ''in vogue'' - high-durability carbon-nanotubes materials for structural engineering.

In all of the phenomena mentioned above electron-electron interactions play a key role. These interactions within populations of electrons lead to emergent collective properties that transcendent the properties of individual electrons. elektrony.png Therefore theoretical as well as experimental studies of the organizing principles governing these new forms of behaviour are one of the cutting edge frontiers for condensed-matter physics. Those research are traditionally important due to fundamental issues. Nevertheless, in addition to its intellectual importance, investigations of the electronic correlations are becoming today also more and more economically motivated, as a potential source of new promising materials for applications. It is also worth noting here, that as many as nine Nobel prizes have been awarded for work in this field since 1970 (1970, 1972, 1977, 1985, 1987, 1996, 1998, 2003, and 2007).

Strongly Correlated Electron Systems

At the intellectual heart of the present-day research on electronic properties of condensed matter are so-called strongly correlated electron systems (SCES). They contain a large number of intermetallic alloys and compounds, based on lanthanides and actinides, in which conduction-band electrons (s, p and d) strongly interact (hybridize) period.png with electrons of unfilled f shells in a periodic arrangement. Up to date the compounds with cerium, ytterbium and uranium occupy a major position in this research area. At high temperatures these materials show local moment behaviour with only weak coupling to the conduction electrons. Upon cooling to below a characteristic temperature T* of the order of 10-100 K, the interaction between the f and conduction electrons becomes progressively stronger. This Kondo interaction can lead to a complete screening of the magnetic moments and formation of a new quasi-particles, called ''heavy fermions''. The Kondo interaction results in a logarithmic increase of the electrical resistivity upon cooling together with anomalous temperature dependencies e.g. in the Hall effect, thermoelectric power and magnetoresistance. Additionally, the f moments are coupled by the Rudermann-Kittel-Kasuya-Yosida (RKKY) interaction.

The overall low-temperature behaviour of these heavy-fermion systems is determined by the strength of hybridisation between the f-moments and the s, p and d conduction electrons, measured by the exchange integral J. For low values of J, the RKKY interaction dominates and thus long-range magnetic ordering occurs. With increasing J, the Kondo interaction leads to the suppression of doniach.png long range magnetic ordering (mostly of an antiferromagnetic type, AFM). In this case, at the lowest temperatures T<<T* the f-electrons loose their localised character and the physical properties can be described in terms of the Fermi-liquid (FL) theory by assuming the presence of heavy quasi-particles. The effective mass of these heavy fermions can be up to three orders of magnitude larger than the free-electron mass. Finally, for large values of J, an intermediate-valence state takes place. This scenario implies the existence of a critical value Jcrit at which the long-range magnetic order is suppressed to zero temperature. In the vicinity of this quantum critical point (QCP) the physical properties show anomalous temperature dependencies in a wide range of temperature, in strong contradiction to Fermi-liquid theory. This so-called non-Fermi-liquid behaviour (NFL) is nowadays a matter of intensive studies in a number of scientific centers all over the world.

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All those unusual behaviours of SCES can be evidenced only at very low temperatures, where the phonon contribution to the physical quantities studied is neglectible. In order to characterise the physical properties, magnetic, electrical-transport and thermodynamic measurements are important. Among these different techniques, the specific heat at low and ultra-low temperatures is crucial for the correct description of the different ground states in SCES.

Due to their quantum character, the strong electronic correlations are extremely sensitive on application of high magnetic field and/or high hydrostatic pressure. These two external parameters can significantly modify the electronic structure of the materials studied (in particular: the magnitude of the hybridisation) and result in changing their physical properties.

In such a way, for instance, pressure-induced heavy-fermion superconductivity and field-induced non-Fermi-liquid behaviour were discovered. It happens, that the application of an external parameter can result in the appearance of completely new physical phenomena...

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